The meaning of floating potential

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SUMMARY

The term 'floating potential' has two competing definitions in electrical engineering and electronics. The original definition describes it as the potential on a single electrode when all other potentials are held constant, emphasizing the role of admittance in circuit analysis. In contrast, the modern interpretation often refers to a node that is disconnected or not referenced to ground, as seen in floating-gate MOSFET transistors. This discussion highlights the confusion arising from these definitions and the implications for circuit theory versus static electric field theory.

PREREQUISITES
  • Understanding of electrical circuit theory and network analysis
  • Familiarity with the concepts of impedance and admittance
  • Knowledge of floating-gate MOSFET transistors and their applications
  • Basic principles of static electric field theory
NEXT STEPS
  • Research the role of admittance in circuit analysis using matrix equations
  • Study the characteristics and applications of floating-gate MOSFET transistors
  • Explore the differences between circuit theory and static electric field theory
  • Investigate the historical evolution of electrical terminology in engineering
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Electrical engineers, electronics designers, and students studying circuit theory who seek clarity on the concept of floating potential and its implications in various applications.

Studiot
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Since there are two competing and almost opposite definitions for the term 'floating potential' as applied to an electric circuit or arrangement, I would be interested to learn the view of PF members on the subject.
 
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Hey Studiot!

What are these opposite definitions of floating potential?
 
The term ‘floating’ potential was originally tightly defined by Electrical Engineers, Physicists and Mathematicians before there was a science of Electronics.

A science dictionary definition is

“The potential appearing on a single electrode, when all other potentials on other electrodes are held constant”

With this definition it is essential that the electrode in question is connected to the other electrodes and the potential appearing on it is the result of the impedances between the electrodes and their potential differences.

Electrical engineers use the reciprocal of impedance, called admittance, in the matrix circuit equation (network analysis - method of node currents)

I=YV

Where I is the vector of all currents, Y is the admittance matrix and V the vector of all voltages at circuit nodes.

All nodes are considered floating.

Given a table of the network admittances (impedances) the equation may be solved
for the voltages in terms of the currents or vice versa.

This definition simply means that a circuit node that is floating may take on any value that is dictated by the circuit parameters.


Unfortunately electronic engineers began using the term floating in what seems to be the opposite sense – That of ‘disconnected’.
Alternatively the term is used when the node voltage is not referenced to ground.

Thus memory makers use the floating-gate MOSFET transistor which has an extra gate not connected to any other part of the circuit.

Thus a battery or transformer supply is called floating if neither side is connected to ground.
 
Interesting.

I've always interpreted "floating" as "not fixed" or "drifting", which would match your second definition.
 
The modern meaning is that the floating potential is the voltage assumed by a node that has all connecting admittances zero. In other words, circuit theory is inapplicable and static electric field theory must be used to compute the voltage.

I believe the original meaning was the same as this but I might be wrong. I believe the first definition you gave is consistent with what I describe as the modern usage.
 
Antiphon said:
The modern meaning is that the floating potential is the voltage assumed by a node that has all connecting admittances zero. In other words, circuit theory is inapplicable and static electric field theory must be used to compute the voltage.

I believe the original meaning was the same as this but I might be wrong. I believe the first definition you gave is consistent with what I describe as the modern usage.

Isn't that the second definition?
Admittance zero means disconnected.

Or are these definitions effectively the same after all?
 

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